Add to ORKGA new easy-to-implement algorithm for ob-taining stratum breaks is compared with the cumulative root frequency method of Dale-nius and Hodges (1957) and the Lavallee and Hidiroglou (1988) approximation method and found to give favourable results. The breaks obtained using this new method are used as input values for the Lavallee and Hidiroglou method and shown to improve convergence
Trend breaks appear to be prevalent in macroeconomic time series, and unit root tests therefore need...
The problem of determining optimum strata boundaries (OSB), when the frequency distribution of surve...
The problem of constructing optimum stratum boundaries (OSB) and the problem of determining sample a...
For stratifying skewed populations, the Lavallée-Hidiroglou(LH) algorithm is often considered to ha...
The focus of this paper is to develop a technique of solving a combined problem of determining Optim...
In most surveys, the target variables (items of interest) commonly resemble right-skewed distributio...
This thesis is a comparative study of optimal design-based univariate stratification as applied to h...
Recent approaches to testing for a unit root when uncertainty exists over the presence and timing of...
The stochastic root-finding problem (SRFP) is that of solving a non-linear system of equations using...
AbstractRecent approaches to testing for a unit root when uncertainty exists over the presence and t...
In business surveys, populations are often skewed in that a small number of high-valued units for a ...
The stochastic root-finding problem (SRFP) is to solve an equation $g(x) = \gamma,$ using only an un...
This paper proposes Lagrange Multiplier based panel unit root tests allowing for structural breaks t...
In this work we study the convergence of the fixed pivot techniques (Kumar and Ramkrishna, 1996, Che...
This paper addresses the problem of stratifying highly skewed populations, such as those encountered...
Trend breaks appear to be prevalent in macroeconomic time series, and unit root tests therefore need...
The problem of determining optimum strata boundaries (OSB), when the frequency distribution of surve...
The problem of constructing optimum stratum boundaries (OSB) and the problem of determining sample a...
For stratifying skewed populations, the Lavallée-Hidiroglou(LH) algorithm is often considered to ha...
The focus of this paper is to develop a technique of solving a combined problem of determining Optim...
In most surveys, the target variables (items of interest) commonly resemble right-skewed distributio...
This thesis is a comparative study of optimal design-based univariate stratification as applied to h...
Recent approaches to testing for a unit root when uncertainty exists over the presence and timing of...
The stochastic root-finding problem (SRFP) is that of solving a non-linear system of equations using...
AbstractRecent approaches to testing for a unit root when uncertainty exists over the presence and t...
In business surveys, populations are often skewed in that a small number of high-valued units for a ...
The stochastic root-finding problem (SRFP) is to solve an equation $g(x) = \gamma,$ using only an un...
This paper proposes Lagrange Multiplier based panel unit root tests allowing for structural breaks t...
In this work we study the convergence of the fixed pivot techniques (Kumar and Ramkrishna, 1996, Che...
This paper addresses the problem of stratifying highly skewed populations, such as those encountered...
Trend breaks appear to be prevalent in macroeconomic time series, and unit root tests therefore need...
The problem of determining optimum strata boundaries (OSB), when the frequency distribution of surve...
The problem of constructing optimum stratum boundaries (OSB) and the problem of determining sample a...